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Multiplication - Commutative Property
GenX-Education
Follow
9/9/2024
Category
📚
Learning
Transcript
Display full video transcript
00:00
Hey kids, and thank you for joining me, the Ping Pong Champion here.
00:07
Do you guys want to play against me?
00:10
Great!
00:11
Hold up your hands like you are moving a paddle, and here we go!
00:19
Ouch!
00:21
You guys are pretty good, but the ball has to stay on the table.
00:24
I am glad you are here because I could really use your help.
00:28
My friend and I had these ping pong balls in an array like you see here,
00:32
but then he turned them sideways like this.
00:35
Now I know this is still an array, but the amount has to be different
00:38
because we just changed the order.
00:40
My friend said that they are the same, and I did not believe him,
00:43
and all he said was,
00:44
Commutative property, dude!
00:47
So today we are learning about the commutative property of multiplication.
00:51
This is like a rule in math.
00:54
Can you say this with me?
00:56
Commutative property of multiplication.
00:59
Great job!
01:00
Now here is the definition.
01:03
Commutative property of multiplication says the order of the numbers does not matter.
01:10
To learn this, let's look at an equation.
01:14
Here we have an equation that says 3 times 5 equals 5 times 3.
01:18
Let's do the math and figure it out.
01:21
3 times 5 is what?
01:24
15, great job!
01:27
Now on to the other side.
01:29
What is 5 times 3?
01:32
15, great job again!
01:34
It seems strange at first because the order of the numbers is changed,
01:38
but when you multiply it, it comes out to be the same.
01:41
Pretty cool stuff!
01:43
I want to try one more that my friend showed me with an array.
01:48
Here is the equation and let's do the multiplication starting on the left side.
01:52
4 multiplied by 2 is what?
01:55
8, great!
01:57
Now on to the other side.
01:59
What is 2 multiplied by 4?
02:02
It is also 8.
02:04
So the order of the numbers does not matter in multiplication.
02:07
This is awesome and to finish I want to show you the array of balls my friend showed me.
02:13
Here we have 4 times 2 in an array which gives us 8 balls total.
02:18
Now if we switch the numbers around it turns our array to look like this.
02:24
This is 2 times 4.
02:27
Even though the array looks different there are still 8 balls.
02:30
This is amazing!
02:32
Because of the commutative property in multiplication,
02:35
it does not matter which number is first because the product or answer will be the same.
02:40
Amazing! Thank you so much for your help!
02:45
Guys, why are you all aiming ping pong balls at me?
02:48
Take it easy! Take it easy!
02:50
Oh no!
02:53
Ow!
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